Literature DB >> 18304088

New adaptive mesh development for accurate near-field enhancement computation.

T Grosges1, H Borouchaki, D Barchiesi.   

Abstract

An accurate computation of the near-field enhancement is a key factor for the optimization of nanostructures in plasmonics. This problem has been addressed for Green's dyadic method but remains open for finite element method (FEM) where the use of non-Cartesian meshes is known to be the most efficient. We present a new adaptive mesh process based on the a posteriori error indicator estimation on the physical solution. This new procedure accelerates drastically the convergence of the solution and minimizes both the memory requirement and the computational time.

Year:  2008        PMID: 18304088     DOI: 10.1111/j.1365-2818.2008.01903.x

Source DB:  PubMed          Journal:  J Microsc        ISSN: 0022-2720            Impact factor:   1.758


  4 in total

1.  Boundary Recovery For Delaunay Tetrahedral Meshes Using Local Topological Transformations.

Authors:  Hamid Ghadyani; John Sullivan; Ziji Wu
Journal:  Finite Elem Anal Des       Date:  2010-01-01       Impact factor: 2.972

2.  Numerical study of plasmonic efficiency of gold nanostripes for molecule detection.

Authors:  Thomas Grosges; Dominique Barchiesi
Journal:  ScientificWorldJournal       Date:  2015-02-03

3.  Numerical modeling of the photothermal processing for bubble forming around nanowire in a liquid.

Authors:  Anis Chaari; Laurence Giraud-Moreau; Thomas Grosges; Dominique Barchiesi
Journal:  ScientificWorldJournal       Date:  2014-03-24

4.  Reconstruction of positron emission tomography images using adaptive sliced remeshing strategy.

Authors:  Ramiro R Colmeiro; Claudio Verrastro; Daniel Minsky; Thomas Grosges
Journal:  J Med Imaging (Bellingham)       Date:  2021-03-01
  4 in total

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